Perimeter Word Problems worksheet for students to practice calculating perimeter using real-life scenarios.

Absolutely! Let’s solve each of these Perimeter Word Problems step by step. I’ll explain the concept of perimeter, then solve each problem with a clear explanation and final answer.

---

📌 What is Perimeter?

> Perimeter is the total distance around the outside of a 2D shape.
>
> - For a rectangle:
> `Perimeter = 2 × (Length + Width)`
>
> - For a square:
> `Perimeter = 4 × Side`
> *(since all sides are equal)*

---

## ✔ Problem 1:
> Patrick has a rectangular picture that he wants to make a frame for. The length is 7 inches and the width is 5 inches. What is the perimeter of the picture frame?

Solution:
Use rectangle perimeter formula:
`P = 2 × (L + W)`
`P = 2 × (7 + 5)`
`P = 2 × 12`
`P = 24 inches`

✔ Answer: 24 inches

*(You can draw a rectangle labeled 7" long and 5" wide.)*

---

## ✔ Problem 2:
> Amy would like to build a fence around her garden to keep the animals out. If she has a square garden and each side is 3 yards, what is the perimeter of the garden?

Solution:
Use square perimeter formula:
`P = 4 × Side`
`P = 4 × 3`
`P = 12 yards`

✔ Answer: 12 yards

*(Draw a square with each side labeled “3 yards”.)*

---

## ✔ Problem 3:
> Karen likes to go for a walk each morning around the lake. It is shaped like a rectangle with a length of 30 meters and a width of 20 meters. How many meters does she walk around the lake?

Solution:
This is asking for the perimeter of the rectangular lake.
`P = 2 × (L + W)`
`P = 2 × (30 + 20)`
`P = 2 × 50`
`P = 100 meters`

✔ Answer: 100 meters

*(Draw a rectangle labeled 30m by 20m.)*

---

## ✔ Problem 4:
> Mr. Connor wrapped a present and wanted to put a ribbon around the outside of the box. It has four sides and each side is 6 cm long. How much ribbon does he need?

Solution:
Since it has 4 equal sides → it’s a square.
`P = 4 × Side`
`P = 4 × 6`
`P = 24 cm`

✔ Answer: 24 cm

*(Draw a square with each side labeled “6 cm”.)*

---

## ✔ Problem 5:
> John’s Dad wants to build a square sandbox in the backyard. He is going to use wood for the sides. Each side is 4 yards long. How much wood does he need?

Solution:
Again, square → 4 equal sides.
`P = 4 × Side`
`P = 4 × 4`
`P = 16 yards`

✔ Answer: 16 yards

*(Draw a square labeled “4 yards” per side.)*

---

## ✔ Problem 6:
> The field needs a new wooden fence around it. The length is 50 feet and the width is 25 feet. What is the perimeter of the field?

Solution:
Rectangle → use `P = 2 × (L + W)`
`P = 2 × (50 + 25)`
`P = 2 × 75`
`P = 150 feet`

✔ Answer: 150 feet

*(Draw a rectangle labeled 50 ft by 25 ft.)*

---

## 🎯 Final Answers Summary:

| Problem | Answer |
|---------|----------------|
| 1 | 24 inches |
| 2 | 12 yards |
| 3 | 100 meters |
| 4 | 24 cm |
| 5 | 16 yards |
| 6 | 150 feet |

---

📌 Tip for Students: Always sketch the shape and label the sides. This helps visualize the problem and avoid mistakes!

Let me know if you’d like printable versions or more practice problems! 😊